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2023-07-02-fan23b.md

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abstract openreview title layout series publisher issn id month tex_title firstpage lastpage page order cycles bibtex_author author date address container-title volume genre issued pdf extras
Data for pretraining machine learning models often consists of collections of heterogeneous datasets. Although training on their union is reasonable in agnostic settings, it might be suboptimal when the target domain —where the model will ultimately be used— is known in advance. In that case, one would ideally pretrain only on the dataset(s) most similar to the target one. Instead of limiting this choice to those datasets already present in the pretraining collection, here we explore extending this search to all datasets that can be synthesized as ‘combinations’ of them. We define such combinations as multi-dataset interpolations, formalized through the notion of generalized geodesics from optimal transport (OT) theory. We compute these geodesics using a recent notion of distance between labeled datasets, and derive alternative interpolation schemes based on it: using either barycentric projections or optimal transport maps, the latter computed using recent neural OT methods. These methods are scalable, efficient, and —notably— can be used to interpolate even between datasets with distinct and unrelated label sets. Through various experiments in transfer learning in computer vision, we demonstrate this is a promising new approach for targeted on-demand dataset synthesis.
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Generating Synthetic Datasets by Interpolating along Generalized Geodesics
inproceedings
Proceedings of Machine Learning Research
PMLR
2640-3498
fan23b
0
Generating Synthetic Datasets by Interpolating along Generalized Geodesics
571
581
571-581
571
false
Fan, Jiaojiao and Alvarez-Melis, David
given family
Jiaojiao
Fan
given family
David
Alvarez-Melis
2023-07-02
Proceedings of the Thirty-Ninth Conference on Uncertainty in Artificial Intelligence
216
inproceedings
date-parts
2023
7
2